Gene

Extension (predicate logic)

Biology

Bandwidth (computing)

Extreme point

Compact operator

Distortion (music)

Economics

Biochemistry

Amplifier

Computer science

Computer network

Immunology

Subclass

Analytic function

Mathematics

Transcription factor

Mathematical analysis

Artificial intelligence

Geometry

Financial economics

Combinatorics

Integral transform

Repressor

Chemistry

Programming language

Convexity

Operator (biology)

Shift operator

Class (philosophy)

Antibody

Regular polygon

Convex function

This paper introduces a new integral operator in q-analog for multivalent functions. Using as an application of this operator, we study a novel class of multivalent functions and define them. Furthermore, we present many new properties of these functions. These include distortion bounds, sufficiency criteria, extreme points, radius of both starlikness and convexity, weighted mean and partial sum for this newly defined subclass of multivalent functions are discussed. Various integral operators are obtained by putting particular values to the parameters used in the newly defined operator.

Some Applications of a New Integral Operator in q-Analog for Multivalent Functions